Un teorema de Prokhorov para medidas de radón de tipo (H)
Sobre la derivabilidad del producto de medidas vectoriales.
Sobre la existencia del producto de medidas valoradas en espacios localmente convexos: una condición necesaria.
A necessary condition is given for the existence of the tensor product of certain measures valued in locally convex spaces.
On the product of operator valued measures
Projective limits of vector measures.
A necessary and sufficient condition for the existence of the projective limit of measures with values in a locally convex space is given. A similar theorem for measures with values in different locally convex spaces (under certain conditions) is given too (in this case, the projective limit is valued in the projective limit of these spaces). Finally, a result about the projective limit of vector measures is stated.
Radon-Nikodym derivatives in vector integration
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